Elisabeth Agoritsas

Expertise => See my personal homepage for more content https://eagoritsas.wordpress.com.Statistical physics of classical disordered systems, with focus on specific classes of models:disordered elastic interfaces and random manifolds,mesoscopic elasto-plastic models (spatially-resolved and effectively mean-field versions),mean-field description of structurally disordered systems (e.g. glasses) in infinite dimensions,continuous random perceptron model.1D Kardar-Parisi-Zhang equation and its encompassing universality class, including for instance the directed polymer in random media in 1 1 dimensions.Soft matter physics of dense structurally disordered systems, and in particular their plasticity in rheology/mechanics:in complex fluids (such as foams or emulsions),in amorphous solids (such as metallic glasses and granular materials),in dense active matter such as confluent biological tissues.Application to condensed-matter systems: characterisation of experimental interfaces, in particular domain walls in ferromagnetic or ferroelectric thin films, as disordered elastic systems. Expertise => See my personal homepage for more content https://eagoritsas.wordpress.com.Statistical physics of classical disordered systems, with focus on specific classes of models:disordered elastic interfaces and random manifolds,mesoscopic elasto-plastic models (spatially-resolved and effectively mean-field versions),mean-field description of structurally disordered systems (e.g. glasses) in infinite dimensions,continuous random perceptron model.1D Kardar-Parisi-Zhang equation and its encompassing universality class, including for instance the directed polymer in random media in 1 1 dimensions.Soft matter physics of dense structurally disordered systems, and in particular their plasticity in rheology/mechanics:in complex fluids (such as foams or emulsions),in amorphous solids (such as metallic glasses and granular materials),in dense active matter such as confluent biological tissues.Application to condensed-matter systems: characterisation of experimental interfaces, in particular domain walls in ferromagnetic or ferroelectric thin films, as disordered elastic systems.